Solve This integral and check it with my answer
\[\int\limits_{?}^{?}x^3dx/\sqrt{4+x^2}\]
use a trig substitution let \[\tan(\theta)=\frac{x}{2}\]
true how'd you come to the conclusion to use tan = x/2 or did you just use if 4+x^2 = 2tan(theta) and then just solved for tan?
well there are only really 3 substitutions you need the others are just repeats i will show you why i knew this but i have to do it on paper and then i will scan and post
alright. I'm just wondering I know the equations, just sort of wondering how you came to the conclusion x/2 = tan without coming to the conclusion first that x=2tan(x)
i will show you on paper
never got an answer to check with mine
you never asked lol just you asked me to explain why i used that substitution
what do you get for an answer?
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